Colby Wagner's MATH 1310 Geogebra Book

kingcolbycheese, Feb 1, 2017

Table of Contents

  1. Chapter 1
    1. a.
    2. b.
    3. c.
    4. d.
    5. e.
  2. Chapter 2
    1. a.
    2. b.
  3. Chapter 3
    1. a.
    2. b.
    3. c.
    4. d.
    5. Graphing Step Functions
  4. Chapter 4
    1. a.
  5. Chapter 5
    1. Finsler-Hadwiger Action!!!

1.

Chapter 1

Geometric Constructions

  • 1. a.
  • 2. b.
  • 3. c.
  • 4. d.
  • 5. e.

1.1.

a.

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1.2.

–

1.3.

–

1.4.

–

1.5.

–

2.

Chapter 2

Meaning of Parameters for Lines

  • 1. a.
  • 2. b.

2.1.

a.

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2.2.

–

3.

Chapter 3

Library of Functions

  • 1. a.
  • 2. b.
  • 3. c.
  • 4. d.
  • 5. Graphing Step Functions

3.1.

a.

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3.2.

–

3.3.

–

3.4.

–

3.5.

–

4.

Chapter 4

  • 1. a.

4.1.

a.

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5.

Chapter 5

  • 1. Finsler-Hadwiger Action!!!

5.1.

Finsler-Hadwiger Action!!!

[color=#000000]In the applet below, simply slide the slider very slowly and enjoy the phenomena you witness. [br][br]After doing so, feel free to adjust the [b][color=#38761D]green [/color][/b]and [b][color=#BF9000]yellow[/color][/b] sliders to change the sizes of the [b][color=#38761D]green [/color][/b]and [b][color=#BF9000]yellow[/color][/b] squares, respectively. You can also change the locations of any of the white points. [br][br]Interact with this applet for a few minutes. Then answer the questions that follow. [/color][br][br]
Write the phenomena you've witnessed several times as a conditional ("if-then") statement.
Can you use coordinate geometry to formally prove what this applet informally illustrates? [br](For starters, why not let the common vertex be (0,0) and go from there?)
– Tim Brzezinski

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